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@ -15,5 +15,6 @@ Examples of approximations:
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- **[Real numbers](real_number.md)** are practically always approximated with [floating point](floating_point.md) or [fixed point](fixed_point.md) (rational numbers).
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- **[Numerical methods](numerical.md)** offer generality and typically yield approximate solutions while their precision vs speed can be adjusted via parameters such as number of iterations.
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- **[Taylor series](taylor_series.md)** approximates given mathematical function and can be used to e.g. estimate solutions of [differential equations](differential_equation.md).
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- [Rotation](rotation.md) around an axis, especially by small angles, can be approximated by skewing in one direction, then in another.
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- Primitive [music](music.md) synthesis often uses simple functions like triangle/saw/square wave to approximate [sin](sin.md) waves (though many times it's done for the actual sound of these waves, sometimes it may be simply to save on resources).
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